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 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "f0f1a16b",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import paddle\n",
    "import paddle.nn as nn\n",
    "import paddle.vision as paddlevision\n",
    "from d2l import paddle as d2l\n",
    "\n",
    "def preprocess(img, image_shape):\n",
    "    transforms = paddlevision.transforms.Compose([\n",
    "        paddlevision.transforms.Resize(image_shape),\n",
    "        paddlevision.transforms.ToTensor(),\n",
    "        paddlevision.transforms.Normalize(mean=rgb_mean, std=rgb_std)])\n",
    "    return transforms(img).unsqueeze(0)\n",
    "\n",
    "def postprocess(img):\n",
    "    img = img[0]\n",
    "    img = paddle.clip(img.transpose((1, 2, 0)) * rgb_std + rgb_mean, 0, 1)\n",
    "    return img\n",
    "\n",
    "def extract_features(X, content_layers, style_layers):\n",
    "    contents = []\n",
    "    styles = []\n",
    "    for i in range(len(net)):\n",
    "        X = net[i](X)\n",
    "        if i in style_layers:\n",
    "            styles.append(X)\n",
    "        if i in content_layers:\n",
    "            contents.append(X)\n",
    "    return contents, styles\n",
    "\n",
    "def get_contents(image_shape):\n",
    "    content_X = preprocess(content_img, image_shape)\n",
    "    contents_Y, _ = extract_features(content_X, content_layers, style_layers)\n",
    "    return content_X, contents_Y\n",
    "\n",
    "def get_styles(image_shape):\n",
    "    style_X = preprocess(style_img, image_shape)\n",
    "    _, styles_Y = extract_features(style_X, content_layers, style_layers)\n",
    "    return style_X, styles_Y\n",
    "\n",
    "def content_loss(Y_hat, Y):\n",
    "    # 我们从动态计算梯度的树中分离目标：\n",
    "    # 这是一个规定的值，而不是一个变量。\n",
    "    return paddle.square(Y_hat - Y.detach()).mean()\n",
    "\n",
    "def gram(X):\n",
    "    num_channels, n = X.shape[1], X.numel() // X.shape[1]\n",
    "    X = X.reshape((num_channels, n))\n",
    "    return paddle.matmul(X, X.T) / (num_channels * n)\n",
    "\n",
    "def style_loss(Y_hat, gram_Y):\n",
    "    return paddle.square(gram(Y_hat) - gram_Y.detach()).mean()\n",
    "\n",
    "def tv_loss(Y_hat):\n",
    "    return 0.5 * (paddle.abs(Y_hat[:, :, 1:, :] - Y_hat[:, :, :-1, :]).mean() + paddle.abs(Y_hat[:, :, :, 1:] - Y_hat[:, :, :, :-1]).mean())\n",
    "\n",
    "def compute_loss(X, contents_Y_hat, styles_Y_hat, contents_Y, styles_Y_gram):\n",
    "    # 分别计算内容损失、风格损失和全变分损失\n",
    "    contents_l = [content_loss(Y_hat, Y) * content_weight for Y_hat, Y in zip(contents_Y_hat, contents_Y)]\n",
    "    styles_l = [style_loss(Y_hat, Y) * style_weight for Y_hat, Y in zip(styles_Y_hat, styles_Y_gram)]\n",
    "    tv_l = tv_loss(X) * tv_weight\n",
    "    # 对所有损失求和\n",
    "    l = sum(10 * styles_l + contents_l + [tv_l])\n",
    "    return contents_l, styles_l, tv_l, l\n",
    "\n",
    "class SynthesizedImage(nn.Layer):\n",
    "    def __init__(self, img_shape, **kwargs):\n",
    "        super(SynthesizedImage, self).__init__(**kwargs)\n",
    "        self.weight = paddle.create_parameter(shape=img_shape,dtype=\"float32\")\n",
    "\n",
    "    def forward(self):\n",
    "        return self.weight\n",
    "    \n",
    "def get_inits(X, lr, styles_Y):\n",
    "    gen_img = SynthesizedImage(X.shape)\n",
    "    gen_img.weight.set_value(X)\n",
    "    trainer = paddle.optimizer.Adam(parameters = gen_img.parameters(), learning_rate=lr)\n",
    "    styles_Y_gram = [gram(Y) for Y in styles_Y]\n",
    "    return gen_img(), styles_Y_gram, trainer\n",
    "\n",
    "def train(X, contents_Y, styles_Y, lr, num_epochs, step_size):\n",
    "    scheduler = paddle.optimizer.lr.StepDecay(learning_rate=lr, gamma=0.8, step_size=step_size)\n",
    "    X, styles_Y_gram, trainer = get_inits(X, scheduler, styles_Y)\n",
    "    animator = d2l.Animator(xlabel='epoch', ylabel='loss',\n",
    "                            xlim=[10, num_epochs],\n",
    "                            legend=['content', 'style', 'TV'],\n",
    "                            ncols=2, figsize=(7, 2.5))\n",
    "    for epoch in range(num_epochs):\n",
    "        trainer.clear_grad()\n",
    "        contents_Y_hat, styles_Y_hat = extract_features(X, content_layers, style_layers)\n",
    "        contents_l, styles_l, tv_l, l = compute_loss(X, contents_Y_hat, styles_Y_hat, contents_Y, styles_Y_gram)\n",
    "        l.backward()\n",
    "        trainer.step()\n",
    "        scheduler.step()\n",
    "        if (epoch + 1) % 10 == 0:\n",
    "            animator.axes[1].imshow(postprocess(X))\n",
    "            animator.add(epoch + 1, [float(sum(contents_l)),float(sum(styles_l)), float(tv_l)])\n",
    "    return X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c40926af",
   "metadata": {},
   "outputs": [
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       "<Figure size 350x250 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "d2l.set_figsize()\n",
    "content_img = d2l.Image.open('../testproject/img/rainier.jpg')\n",
    "#d2l.plt.imshow(content_img);\n",
    "style_img = d2l.Image.open('../testproject/img/autumn-oak.jpg')\n",
    "#d2l.plt.imshow(style_img);\n",
    "\n",
    "fig = d2l.plt.figure()\n",
    "ax1 = fig.add_subplot(131)\n",
    "ax2 = fig.add_subplot(133)\n",
    "ax1.imshow(content_img)\n",
    "ax2.imshow(style_img)\n",
    "\n",
    "d2l.plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "2e5ed844",
   "metadata": {},
   "outputs": [],
   "source": [
    "rgb_mean = paddle.to_tensor([0.485, 0.456, 0.406])\n",
    "rgb_std = paddle.to_tensor([0.229, 0.224, 0.225])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "b9d8faab",
   "metadata": {},
   "outputs": [],
   "source": [
    "                ##卷积模型特征提取##\n",
    "pretrained_net = paddlevision.models.vgg19(pretrained=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b2e2ebf2",
   "metadata": {},
   "outputs": [],
   "source": [
    "                ##特征层选择##\n",
    "style_layers, content_layers = [0, 5, 10, 19, 28], [25]\n",
    "net = nn.Sequential(*[pretrained_net.features[i] for i in\n",
    "                      range(max(content_layers + style_layers) + 1)])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "98d47850",
   "metadata": {},
   "outputs": [],
   "source": [
    "                ##权重超参数##\n",
    "content_weight, style_weight, tv_weight = 1, 1e3, 10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "291f2abf",
   "metadata": {},
   "outputs": [
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   ],
   "source": [
    "                ##模型训练##\n",
    "device, image_shape = d2l.try_gpu(),(300, 450)\n",
    "content_X, contents_Y = get_contents(image_shape)\n",
    "_, styles_Y = get_styles(image_shape)\n",
    "output = train(content_X, contents_Y, styles_Y, 0.3, 100, 50)#学习速率 迭代次数 步长"
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